In section REF , it was observed that anti-coordination games held fixation probabilities which increased for population sizes above a turning point \(N>N_{min}(w)\)  (see Fig. REF ). Fig. REF  suggests that turning points are inversely proportional to intensity of selection \(N_{min}(w)\sim 1/w\) , which means that they would become very large under the weak selection limit. Under this limit, it could be argued that the increase in the population sizes for which fixation probabilities increase would lead to a loss of significance of fixation processes due to most of the evolutionary time being spent in transient/mixed states [1]}, [2]}, also called quasi-stationary states [3]}, [4]}, [5]}, [6]}.
